Situation 3] The bearing of the first tangent of a simple curve is N70.7ºE while the second tangent has a bearing of S82037'E. The degree of curve is 4.50 and chainage of PC is 3+777. It is proposed to decrease the central angle by an angle of 70 by changing the direction of the secend tangent, in such a way that the position of PT and the direction of the first tangent shall remain unchanged. Determine the following: New angle of intersection, I New radius of the curve, R New chainage of station PC 主.
Situation 3] The bearing of the first tangent of a simple curve is N70.7ºE while the second tangent has a bearing of S82037'E. The degree of curve is 4.50 and chainage of PC is 3+777. It is proposed to decrease the central angle by an angle of 70 by changing the direction of the secend tangent, in such a way that the position of PT and the direction of the first tangent shall remain unchanged. Determine the following: New angle of intersection, I New radius of the curve, R New chainage of station PC 主.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
![Situation 3] The bearing of the first tangent of a simple curve is N70.7ºE while the second tangent
has a bearing of S82037'E. The degree of curve is 4.50 and chainage of PC is 3+777. It is proposed
to decrease the central angle by an angle of 70 by changing the direction of the second tangent,
in such a way that the position of PT and the direction of the first tangent shall remain unchanged.
Determine the following:
主
New angle of intersection, I
New radius of the curve, R'
New chainage of station PC](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe029d397-2fbb-46ad-9f58-cc42cc7a5ea2%2Fcdd44767-9033-4746-98b6-144c853ab32e%2Fkbzd58f_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Situation 3] The bearing of the first tangent of a simple curve is N70.7ºE while the second tangent
has a bearing of S82037'E. The degree of curve is 4.50 and chainage of PC is 3+777. It is proposed
to decrease the central angle by an angle of 70 by changing the direction of the second tangent,
in such a way that the position of PT and the direction of the first tangent shall remain unchanged.
Determine the following:
主
New angle of intersection, I
New radius of the curve, R'
New chainage of station PC
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